Innovation Coordinator, PIMS

Professor of Mathematics, Adjunct Professor of Geoscience, University of Calgary

**Office: **EOS 4136

**Phone: **604-822-0406, **Fax: **604-822-0883

**E-mail: **mikel@pims.math.ca

**Research Interests:**

- Mathematical analysis: real, complex and functional
- C*-algebras, nonselfadjoint operator algebras, and noncommutative geometry
- Mathematics of wave propagation and seismic imaging
- Numerical methods and applications to geophysics
- Research Consortia: POTSI and CREWES

**Teaching Schedule:**

- Complex Analysis, MATH 440 and 508
- MWF 11:00 - 12:00, MATH 105

**Office Hours:**

- Wednesday 12:00-1:00, LSK 300B

**Operating systems:**

- I am a big fan of the Macintosh OS, but have recently upgraded to the best Slovak OS.
- Occasionally I am dragged, kicking and screaming, onto Windows and Unix OS's.

**Recent Publications:**

Gibson, P.C., Lamoureux, M.P., 2015,

Constructive solutions to Polya-Shur problems, Journal of Functional Analysis, in press.

Lamoureux, M.P., 2014,

Sweet sixteen - a mathematician's view, Pi in the Sky, Issue 18.

Gibson, P.C., Lamoureux, M.P., 2012,

Identification of minimum-phase-preserving linear operators on the half-line, Inverse Problems, Volume 28, No. 6.

Lamoureux, M.P., 2012,

Outer functions and the real world, Canadian Mathematical Society Notes, Volume 44, No. 1.

Gibson, P.C., Lamoureux, M.P., Margrave, G.F., 2011,

Outer preserving linear operators, Journal of Functional Analysis, Volume 261, No. 9, pp. 2656 - 2668.

Margrave, G.F., Lamoureux, M.P., and Henley, D.H, 2011,

Gabor deconvolution: Estimating reflectivity by nonstationary deconvolution of seismic data,

Geophyiscs, Volume 76, pp. 15 - 30.

Zhang, D., Cherkaev, E., and Lamoureux, M.P., 2011,

Stieltjes representation of the 3D Bruggeman effective medium and Pade approximation,

Applied Mathematics and Computation, Volume 217, No. 17, pp. 7092 - 7107.

Zhang, D., Lamoureux, M.P., Margrave, G.F., and Cherkaev, E., 2011,

Rational approximation for estimation of quality Q factor and phase velocity in linear, viscoelastic, isotropic media,

Computational Geosciences, Vol 15, No 1, pp 117 - 133.

Feichtinger, H.G., Helffer, B., Lamoureux, M.P., Lerner, N., Toft, J., 2008,

Pseudo-Differential Operators, Quantization and Signals,

Springer Lecture Notes in Mathematics, Vol. 1949.

Lamoureux, M.P. and Mingo, J.A., 2007,

On the characteristic polynomial of the almost Mathieu operator,

Proceedings of the American Math Society, Vol 135, pp 3205--3215.

Gibson P.C., Lamoureux M.P, Margrave G.F., 2006,

Stockwell and Wavelet Transforms,

Journal of Fourier Analysis and Applications, Vol 12, No. 6, pp 713-721.

Hogan, C. M., Margrave, G. F., and Lamoureux, M. P., 2006,

Stabilizing explicit w-x migration using locally WKBJ operators,

Journal of Seismic Exploration, November.

Margrave, G. F., Geiger, H. D., Al-Saleh, S. M., and Lamoureux, M.
P., 2006,

Improving explicit seismic depth migration with a stabilizing Wiener
filter and spatial resampling,

Geophysics, 71, S111-S120.

Lamoureux, M.P. and Margrave, G.F, 2006,

An Introduction to Numerical Methods of Pseudodifferential Operators,

Proceedings of the CIME Workshop on Pseudodifferential Operators,
Quantization and Signals.

Margrave, G. F., al Saleh, S. M., Lamoureux, M. P., and Sun, W,
2006,

The annular-sum and Hale-McClellan methods of 3D wavefield
extrapolation,

18th Annual Research Report of the CREWES Project.

Maier, R., G. F. Margrave, Sun, W, and Lamoureux, M. P., 2006,

A practical implementation of FOCI - FORFOCI depth migration,

18th Annual Research Report of the CREWES Project.

Lamoureux, M.P., 2005,

Seismic image analysis using local spectra,

Canadian Applied Mathematics Quarterly, Vol. 13, No. 3, 235-248.

Margrave, G. F., Geiger, H. D., Al-Saleh, S. M., and Lamoureux, M.
P., 2005,

Improving explicit seismic depth migration with a stabilizing Wiener
filter and spatial resampling,

Geophysics, 71, S111-S120.